| Product Number | 3H32-9-9M |
| CAS | 61323-17-9 |
| MDL Number | MFCD00234385 |
| Molecular Formula | C8H5BrN2 |
| Molecular Weight | 209.046 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![6-Bromo-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H31-9-19
CAS: 143468-13-7
Molecule Weight: 197.035
Formula: C7H5BrN2
PN: 3H32-D-4R
CAS: 1176470-56-6
Molecule Weight: 243.49
Formula: C8H4BrClN2
Melting Point: 152-153 ℃
TSCA: Not listed on TSCA inventory